The paper extends Herrera's complexity factor formalism to non-static cylindrical spacetimes in f(G) Gauss-Bonnet gravity and derives conditions under which vanishing complexity forces geodesic, homogeneous, shear-free evolution.
and Kawasaki, M.: Phys
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Study of Complexity Factor and Stability of Dynamical Systems in $f(G)$ Gravity
The paper extends Herrera's complexity factor formalism to non-static cylindrical spacetimes in f(G) Gauss-Bonnet gravity and derives conditions under which vanishing complexity forces geodesic, homogeneous, shear-free evolution.